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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe1WzWtUVxT/nXvv+5jJ5Gs6JjakNg4BIQlCawWh0mmhlC4sfsCsu3Ph3nY5uPRfkO5dDNRFN4UuihRclNJYkWkaQ4ixphMnJvHlZXzv3Y/ThWilOG+SttqNP3iLd9+55/zO77x77gFe4zVeAfj/JpAHehlOn8+4XwDV11m9Lu7Mz6vM9zE7O2uo2XS59rWaupeOqSB6oB5lhYyXvjUE9NyTS5DrdbFw/35xMCuNeCz8AlT0cGMnPnz3evJC+7c/D3cHMBKLdAyehhDxg91Ssj11/XrSK1CuAnfmd9TYSGnEQlSBcCK1sjswOthaH6i3x1vN+Hnb9ZkLpch6E6nbfVcQj8G6B7CBGI5tF8ALCQOAyCOQ+avoShcSB5Mw/jFhi6cpHTjj6fFq58jF0rPMDzRKXrdc1Zk4J12hLm1wnGw4aSnw1x7r3JLlKjA7O2vav21HDmGi2K+wCY4KG8yxU8NSi+b6gcayEyW3iWyKTXpGyMJnbNMRMC8Q8aY16RowluXVOVcBajbdwdGJSLC6zSa4QyZ0MOEkmcKHbMOPlSgc8rQ6RM47KU34PqxfIRvEsN4t44IfpfQ251rNLC+GzPsIAJfu/mK+GD2eAv4WbDgoXDgMGzg4P4XxE8lylCCOMDAKIGLgB+nE1xB6efzXr+J+/vfcBzarXw5ZQ9OSg0/Y+G+R9f6ADZadUQkJVyFpxkB6QyO54Q3urpSXL0d78buvRtR543JJhqYKreZgAwErVigLY/b1kJVaMWGVaas93rnUN/On6NuInodRwpGFAVMCtpCs4tQzUcgk2EmfmLK4NGT243PPCnSOXCxJLaaQBR+w9d+E9e4J6y+SVjFJrjhpJknqiCRuJrq7tlcVck/BU/DMhRLbnWkiXWeZnSWRzbHIxiCtcNKGLPkQhH2HyZy21D3nDdgqzzRK/T3vgcDqiXr4kHYmVWBOOZmegsqmobKi8PSGdnY189yaozRhqcsss6NQ2VmI7plNtzV1/9j54r8iwLWaKmszwn7yHov0GFQ6BJlus5f9rGV6g6nbZrJtFslPJNJFVlkGmU2wTD8CdU8WunHl9kzdz4vR8ydkAGtx7CvhHyQKK8zogrHACrdgcc1z8Uq5cyUGgI3pxu+U6m9YJSGkPgGRGlLpYUg9NSG3thnoeSPmKuAHgQAZB6nbVjyeh0quWdm9SnZ7sbx85dk5ryxdipxnFx09vsoiucYqvWkpXXcy8bXwi6jX968AAMSeZwTSDcl2IRDFpUQ8akvHm5Wl77p/ty0vX47WZ+pLRnqRkqZKMhOaXLuQRAkw0DNG/jwAiJVazR/2Yn9Nlxw6nWyu1crt7YvTn/pBQRah0iIFcRJFUTzbavW8kPr2gf2MV3/taQjUW09emk1Hz9Zf0gyYT+bJ09hjz/nP0QDE9zWoXqP5S1fkn5TwNV4p/gRHlAhkzw2AaQAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur120495 0.81666666666667s linear infinite forwards;
}
